4. Suppose the cost function for machine A has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $200, c. cost of producing each part is $4 (i.e., variable cost is $4 per part). Suppose the cost function for machine B has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $270, c. cost of producing each part is $3 (i.e., variable cost is $3 per part). A. Find the cost equations for machine A; place in function form. Define your variables B. Find the cost equations for machine B; place in function form. Define your variables (use variables that are different than variables used in Part A) C. Determine the break even point. (Determine this algebraically, not graphically; be sure to show your work.) D. Provide a graph of these two cost functions. Label the 1. Axes, 2. Break even point as an ordered pair, and 3. The two function E. To minimize cost, what production level (i.e., number of parts produced) should: 1. Machine A be used? 2. Machine B be used?

Algebra and Trigonometry (6th Edition)
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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4. Suppose the cost function for machine A has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $200, c. cost of producing each part is $4 (i.e., variable cost is $4 per part). Suppose the cost function for machine B has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $270, c. cost of producing each part is $3 (i.e., variable cost is $3 per part). A. Find the cost equations for machine A; place in function form. Define your variables B. Find the cost equations for machine B; place in function form. Define your variables (use variables that are different than variables used in Part A) C. Determine the break even point. (Determine this algebraically, not graphically; be sure to show your work.) D. Provide a graph of these two cost functions. Label the 1. Axes, 2. Break even point as an ordered pair, and 3. The two functions. E. To minimize cost, what production level (i.e., number of parts produced) should: 1. Machine A be used? 2. Machine B be used?
5:35 1
< Chapter 1 Practice Exer...
D
exams
4. Suppose the cost function for machine A has the following characteristics:
a. it is linear,
b. when the machine is not producing parts the cost is $200,
c. cost of producing each part is $4 (i.e., variable cost is $4 per part).
Suppose the cost function for machine B has the following characteristics:
a. it is linear,
b. when the machine is not producing parts the cost is $270,
c. cost of producing each part is $3 (i.e., variable cost is $3 per part).
A. Find the cost equations for machine A; place in function form.
Define your variables
B. Find the cost equations for machine B; place in function form.
Define your variables (use variables that are different than variables used in Part A)
C. Determine the break even point.
(Determine this algebraically, not graphically; be sure to show your work.)
D. Provide a graph of these two cost functions.
Label the 1. Axes, 2. Break even point as an ordered pair, and 3. The two functions
E. To minimize cost, what production level (i.e., number of parts produced)
should:
1. Machine A be used?
2. Machine B be used?
Inbox
Dashboard
188
Calendar
To Do
D
Notifications
LTE
Transcribed Image Text:5:35 1 < Chapter 1 Practice Exer... D exams 4. Suppose the cost function for machine A has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $200, c. cost of producing each part is $4 (i.e., variable cost is $4 per part). Suppose the cost function for machine B has the following characteristics: a. it is linear, b. when the machine is not producing parts the cost is $270, c. cost of producing each part is $3 (i.e., variable cost is $3 per part). A. Find the cost equations for machine A; place in function form. Define your variables B. Find the cost equations for machine B; place in function form. Define your variables (use variables that are different than variables used in Part A) C. Determine the break even point. (Determine this algebraically, not graphically; be sure to show your work.) D. Provide a graph of these two cost functions. Label the 1. Axes, 2. Break even point as an ordered pair, and 3. The two functions E. To minimize cost, what production level (i.e., number of parts produced) should: 1. Machine A be used? 2. Machine B be used? Inbox Dashboard 188 Calendar To Do D Notifications LTE
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